a$)$ What is the learning rate for this project? How many hours do you expect the third unit to take?

How many hours do you expect the $25$ th unit to take? What is the percentage change in

productivity from the first unit to the $25$ th unit?

b$)$ What is the total number of hours required for all $25$ units? What is the average time to

assemble all of the units? Should you accept the project? Why or why not?

c$)$ After you have finished the project, the company comes back and asks for $25$ more units. How

long do believe the first unit of the order would take to produce? The $25$ th $?$ How many labour

hours would be required for the second order? What is the labour time per unit?

d$)$ Suppose your company can supply $1,714$ labour hours per month to this product. What is your

$$capacity$$ to produce this product $($i$.$e$.$ how many can you produce in the first month$)?$